The generation of the stepped surface in terms of the modified Jacobi-Perron algorithm - VVSOR - VVSOR

17 September 2018

The generation of the stepped surface in terms of the modified Jacobi-Perron algorithm

On Monday (17/09/2018), we have another interesting talk in our Probability and Statistics seminar series at TU Delft.
All of you are very welcome.

Maki Furukado (Yokohama National University)

 

When: Monday September 17th, 16:00
Where: TU Delft, Faculty EWI, Mekelweg 4, Lecture hall D@ta.

 

The generation of the stepped surface in terms of the modified Jacobi-Perron algorithm

 

For a substitution σ satisfying some conditions, it is known the way how to define a map which maps an unit face to some unit faces on a stepped surface, which are constructed by three kinds of unit faces U, of a plane related with σ.  It seems that we can generate the stepped surface by applying σ to U infinitely many times. In this talk, we would like to treat the substitutions in terms of the modified Jacobi-Perron algorithm and to discuss about the generation of the stepped surface. This work is in collaboration with Shunji Ito (Kanazawa University) and Shin-ichi Yasutomi (Toho University).

More details on the seminar’s website:
https://www.tudelft.nl/en eemcs/the-faculty/departments/applied-mathematics/applied- probability/events/seminars/